Question: Question 9 4 pts Consider the following linear programming problem: Minimize 2A + 48 - Z Constraints: 4A + 6B > 120 2A + 6B

Question 9 4 pts Consider the following linear programming problem: Minimize 2A + 48 - Z Constraints: 4A + 6B > 120 2A + 6B > 72 B> 10 AB > 0 If after we solved it with solver, we found the optimal solution is A = 15 and B - 10. and the objective value Z - 70. The shadow price for the third constraint i.e.B>10) is 2. The allowable Increase and the allowable decrease are 10 and 6, respectively. Based on the statements above, which of the following is correct? If you increase the right hand value of the third constraint to 15. the optimal Z will be equal to 10 OW you increase the right hand value of the third constraint to 15. the optimal will be equal to 75 If you increase the right hand value of the third constraint to the optional will be equal to 65 If you decrease the right hand value of the third constraint to the optimal Z will stay the same none of the above Question 10 4 pts The for constraint is the amount the optimal objective value will change the right hand side of the constraint is increased by one unit MacBOOK AT

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